Biophysics Biological soft matter
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1 Biophysics Biological soft matter!"#$%&'(&)%*+,-.& /"#$%("%*+,-.0."122,13$(%4(5+&
2
3 Biophysics lectures outline Biological soft matter 1. Biopolymers 2. Molecular motors 3. The cytoskeleton
4 Biophysics 1. Biopolymers!"#$%&'(&)%*+,-.& /"#$%("%*+,-.0."122,13$(%4(5+&
5 DNA
6 Born 1920 London Died of cancer 1958 (age 37) Rosalind Franklin
7 James Watson and Francis Crick Cavendish Cambridge 1953
8 Rosalind Franklin!s x-ray diffraction data Shown to James Watson by her colleague Maurice Wilkins without her permission or knowledge
9 DNA
10 DNA
11 DNA by AFM AFM of DNA (Andy Lee PhD student with Jamie Hobbs)
12 6/#71,-8&9/%-.4/,:7,#-&2%47#/& Lac repressor
13 Protein Myoglobin
14 @133&<,#:#3AB1/.& ;,4/#75<531.& =47,-& >?=&
15 =47,-&
16 =47,-&
17 ;,4/#75<531.&
18 ;,4/#75<531.&
19 ;,4/#75<531.&
20 ;,4/#75<531.&
21 ;,4/#75<531.&C&B,7#7,4&.:,-$31&
22 Experiments on a single DNA chain
23 Attaching DNA to a surface and a bead /STREPTAVIDINE
24 Magnetic Tweezers
25 Optical Tweezers
26 Stretching DNA film-dna-stretch
27 Stretching DNA Breaking of a DNA molecule due to stretching by flow
28 Force extension curve for DNA (Storm & Nelson 2003) DNA-B DNA-S
29 Force extension curve for different models for DNA Chaîne d!ising 1D Semi-flexible model Chaîne semi-flexible 3D
30 Random walk 2D on square lattice
31
32 Biophysics 2. Molecular Motors!"#$%&'(&)%*+,-.& /"#$%("%*+,-.0."122,13$(%4(5+&
33 Molecular motors! Observation kinesin on microtubule (Block, Stanford) Observation dynein on microtubule (Vale, UCSF):
34 Proteins
35 =B,-#&%4,$.& Don t occur in natural proteins
36 (hydrophobic) (hydrophilic) (hydrophilic, polar positively charged) (hydrophilic, polar negatively charged) Don t occur in natural proteins =B,-#&%4,$.& D/1.,$51.E&
37 ;#31453%/&,-71/%47,#-.&! Covalent (harmonic) k(x x 0 ) 2! Ionic (Coulomb)! van der Waals q 1 q 2 ɛ r A r 12 B r 6! Hydrogen bonds! Hydrophobic
38 9"1&)A$/#:"#<,4&F22147&!"#$ %&'()$! F-7/#:,4&4#.7&#/$1/,-G&*%71/&! 6##/3A&5-$1/.7##$&
39 co-ion bound counterion diffuse counterion Poisson-Boltzmann equation: d 2 V dx 2 = zeρ 0 ɛɛ 0 e zev k B T! ;,-,B,.1&1-1/GA8&.7%A&43#.1&<A&! ;%J,B,.1&1-7/#:A8&$,225.1&%*%A&! &&&&&&&4#5-71/,#-&43#5$&
40 6/#71,-&L7/5475/1& Primary Secondary Tertiary Quaternary A G V S Y G G Q P R F A L )A$/#:"#<,4&/1.,$51.&,-.,$1K& "A$/#:",3,4&/1.,$51.&#-&.5/2%41&
41 L14#-$%/A&L7/5475/18&%3:"%&"13,41.&
42 L14#-$%/A&L7/5475/18&<17%&."117.& Parallel!-sheet Anti-parallel!-sheet
43 ;1B</%-1&6/#71,-.& Alamethicin ~ a voltage gated ion channel
44 6/#71,-&M#3$,-G&C&2/11&1-1/GA& "G "G fold
45 6/#71,-&M#3$,-G&H&N1O,-7"%3P.&:%/%$#J&! Number of possible configurations > ! If sample all to fold would take > universe age! Proteins fold in ~ milliseconds
46 6/#71,-&M#3$,-G&3%-$.4%:1&
47 ;#31453%/&/14#G-,7,#-&
48 ;#31453%/&/14#G-,7,#-&H&7"1/B#$A-%B,4.& G = U T S Electrostatics, H-bonds, van der waals Vibrational entropy, hydrophobic effect G < 0 for binding to occur
49 Molecular motors! Observation kinesin on microtubule (Block, Stanford) Observation dynein on microtubule (Vale, UCSF):
50 ;#$133,-G&B#31453%/&B#7#/.&.71::,-G& ;%.71/&1R5%7,#-.&2#/&:/#<%<,3,7A&$A-%B,4.&& k L! k R! Q& n-1! n! n+1! P n t = k R (P n 1 P n ) + k L (P n+1 P n ).
51 Molecular motors! Bind to polymer filaments! Walk along filaments! Bind to 2 filaments! exert stress Molecular motors: myosin + actin "! contractility
52 ATP synthase
53
54
55 DNA polymerase: film-enzyme
56 Polymerisation of filaments k on k off
57 %47,-& barbed/plus end + - pointed/minus end
58 B,4/#75<531.& ST-B&
59 ;,4/#75<531&$A-%B,4.&
60 9/1%$B,33,-G&
61 6#3AB1/,.%7,#-&1J1/7,-G&%&2#/41& k on F!
62
63 Biophysics 3. The Cytoskeleton!"#$%&'(&)%*+,-.& /"#$%("%*+,-.0."122,13$(%4(5+&
64 What is the cytoskeleton made of?! Cytoskeleton proteins! Microtubules + actin + intermediate filaments! Polymerise into filaments! Crosslinks - polymer gel! Molecular motors! Other proteins - MAPs (microtubule associated proteins) - ABPs (actin binding proteins) Cytoskeleton polymers: microtubules + actin
65 What type of material is the cytoskeleton?! Continuum level description! Soft matter! Viscoelastic! Out of equilibrium! Active matter
66 Where does a cell s energy come from?! photosynthesis/ respiration! ATP + H 2 O! ADP + P i! energy!
67 9%+1.&,-&",G"&#/$1/&1-1/GA&D-1G%7,O1&1-7/#:AE& FJ:13.&$,.#/$1/&D*%.71E&1(G(&"1%7&!
68 U,.4#13%.7,4&G13! Maxwell linear model:! 2ηu ij = strain rate! ( 1 + τ D Dt ) σ ij stress! Viscous fluid part:! 2ηu ij = σ ij viscosity! Elastic part:! 2Eɛ ij = σ ij Youngs modulus! Hooke s law!
69 Low Reynolds number! Force balance in low Reynolds number:! i (σ ij P δ ij ) = 0 Re = ρvl η 1 viscous forces >> inertial forces!
70 Incompressibility! v = 0! Most fluids are incompressible!! Is the cytoskeleton incompressible?!
71 6#3%/W-1B%7,4&3,R5,$&4/A.7%3& solid nematic liquid crystal liquid polar $,.7#/7,#-&.7/1..&V& ν 2 (p αh β + p β h α ) 1 2 (p αh β p β h α )
72 6#3%/&3,R5,$&4/A.7%3& ν $,.7#/7,#-&.7/1..&V& 2 (p αh β + p β h α ) 1 2 (p αh β p β h α ) *"1/1&B#31453%/&2,13$& h = δf d δp M/%-+&$,.7#/7,#-&2/11&1-1/GA& F d = 1 K 1 ( p) 2 + K 2 [p ( p)] 2 + K 3 [p ( p)] 2 2 & & & &.:3%A & & & & &7*,.7 & & & && & &<1-$ && X-&#-1&4#-.7%-7&%::/#J,B%7,#-& & & & & & & &2#/& h = K 2 θ p = (cos θ, sin θ)
73 =47,O1&.7/1..& Chemical potential of ATP + H 2 O! ADP + P i Actomyosin contractile ζ < 0
74 Active polar fluid σ αβ = 2ηu αβ + ν 2 (p αh β + p β h α ) 1 2 (p αh β p β h α ) ζ µ(p α p β δ αβ 2 ) viscous stress distortion stress active stress ζ < 0! Actomyosin contractile! Polarisation p and conjugate molecular field h! Low Re steady state force balance (Cauchy) α (σ αβ P δ αβ ) = 0
75 Dynamics of the polarisation field p α t = (v γ γ )p α ω αβ p β νu αβ p β + 1 γ h α + λp α µ vorticity ω αβ = 1 2 ( αv β β v α ) rotational viscosity active
76 =47,O1&B%771/&%7&$,221/1-7&.4%31.&! Subcellular Cytoskeleton! Multicellular Tissues, Bacteria colonies! Multiorganism Flocks, Shoals, Herds
77 Conclusion on the cell cytoskeleton! Soft matter! Out of equilibrium active Cytoskeleton polymers: microtubules + actin
78 The Inner Life of a Cell animation created by NewTek LightWave 3D for Harvard Biovisions Conception and scientific content by Alain Viel and Robert A. Lue. Animation by John Liebler/XVIVO
79 Z##+&3,.7&! $1&[1--1.&I&6/#.7&!"#$%"&'()'$*+$,(-.(/$01&'234'$! $1&[1--1.&5)34(67$)*6)#82'$(6$8*4&9#1$8"&'()'&! 8"&'()'$! X./%13%4"O,3,&;62#19*4#).431$36/$'.1+3)#$+*1)#'&! =3<1/7.&17&%3&<*4#).431$=(*4*7&$*+$2"#$)#44$! 6",33,:.&17&%3&%"&'()34$=(*4*7&$*+$2"#$)#44$!?13.#-&>(*4*7()34$8"&'()'&
80 Important copyright disclaimer Please note that many of the images in these slides do not have the full citations or copyright licence numbers that they should have. These slides are shared with you for your learning purposes only. No image can be reproduced or shared without full copyright permission being sought.
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